Pulse wave
a waveform used by synthesizers

A pulse wave, pulse train, or rectangular wave is a sequence of discrete pulses occurring in a signal over time. Typically, these pulses are of similar shape and are evenly spaced in time, forming a periodic or near-periodic sequence. Pulse waves outputs are widely used in tachometers, speedometers and encoders. Such pulse sequences appear in multiple fields of technology and engineering, where a pulse wave often denotes a series of electrical pulses generated by a sensor (for example, teeth of a rotating gear inducing pulses in a pickup sensor), or pulse wave is connected to signal processing and computer graphics, where a pulse wave is treated as a mathematical signal or function that repeats with a fixed period.
Definition and mechanism
Several key parameters define the characteristics of a pulse wave. The pulse duration, often denoted by the Greek letter tau (τ) or as t1, represents the length of time for which each pulse is active, typically at its high level. Following each pulse is a period of inactivity known as the pulse separation, indicated as t2. The sum of the pulse duration and the pulse separation constitutes the period (T) of the wave, representing one complete cycle (T = t1 + t2). A crucial parameter derived from these is the duty cycle (D), which is the ratio of the pulse duration to the total period (D = τ/T), often expressed as a percentage. Notably, a pulse wave with a 50% duty cycle, where the pulse duration is equal to the pulse separation, is known as a square wave.
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